Which rational number is NOT greater than point A?
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Answer:
zero is NOT greater than point A
Answer:
As we know that rational numbers are numbers which are represented in the form of pq where ‘p’ and ‘q’ are the integers with both negative and positive signs and ‘q’ is not equal to zero. In this topic of rational number we’ll compare the two rational numbers. Comparison is done between two numbers so as to find the greatest of two numbers. Comparison in this case will be somewhat similar to that of comparison we used to do between two whole numbers. But, there will be some differences from whole numbers’ case depending upon the type of rational numbers we are comparing.
We are aware that rational numbers are fractions. So, they can be classified into following types:
I. Proper rational number (fraction): Proper rational numbers are those which are less than 1. In this type of rational number denominator is greater than numerator, i.e., ‘p’ is less than ‘q’ in pq form.Full SiteNavigation
Comparison between Two Rational Numbers
As we know that rational numbers are numbers which are represented in the form of pq where ‘p’ and ‘q’ are the integers with both negative and positive signs and ‘q’ is not equal to zero. In this topic of rational number we’ll compare the two rational numbers. Comparison is done between two numbers so as to find the greatest of two numbers. Comparison in this case will be somewhat similar to that of comparison we used to do between two whole numbers. But, there will be some differences from whole numbers’ case depending upon the type of rational numbers we are comparing.
We are aware that rational numbers are fractions. So, they can be classified into following types:
I. Proper rational number (fraction): Proper rational numbers are those which are less than 1. In this type of rational number denominator is greater than numerator, i.e., ‘p’ is less than ‘q’ in pq form.
For example: 23, 45, 79, etc. are all examples of proper fractions.
II. Improper rational numbers (fraction): Improper rational numbers are those which are greater than 1. In such type of rational numbers numerator is greater than denominator, i.e., ‘p’ is greater than q’ in pq form.
For example: 43, 98, 3412, etc. are all examples of improper rational numbers.
III. Positive rational number: In this type of rational number, both of the numerator and denominator are either positive or both of them are negative. These are always greater than zero.